He summarized observed coincidences in the order of magnitude of ratios of fundamental constants, namely, the repeated occurrence of the exponent 40, in his "large numbers hypothesis." Solutions to his namesake equation can be expressed as spinors. A function named for this physicist, also called the Shah function, is equal to its own Fourier transform, and is known as his (*) "comb." He introduced a namesake delta function in a book that unified matrix mechanics and wave mechanics, and subsequently showed that the existence of magnetic monopoles would explain charge quantization. He names an equation that accounts for special relativity in describing spin one half particles. For 10 points, name this physicist whose namesake "sea" predicted the existence of antimat
He summarized observed coincidences in the order of magnitude of ratios of fundamental constants, namely, the repeated occurrence of the exponent 40, in his "large numbers hypothesis." Solutions to his namesake equation can be expressed as spinors. A function named for this physicist, also called the Shah function, is equal to its own Fourier transform, and is known as his (*) "comb." He introduced a namesake delta function in a book that unified matrix mechanics and wave mechanics, and subsequently showed that the existence of magnetic monopoles would explain charge quantization. He names an equation that accounts for special relativity in describing spin one half particles. For 10 points, name this physicist whose namesake "sea" predicted the existence of antimatter.
He summarized observed coincidences in the order of magnitude of ratios of fundamental constants, namely, the repeated occurrence of the exponent 40, in his "large numbers hypothesis.
Paul Adrien Maurice {Dirac}